<snapdata remixID="14263133"><project name="Conditional Block Challenge 2" app="Snap! 10.5.0, https://snap.berkeley.edu" 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select="1"><scene name="Conditional Block Challenge 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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